The figure shows a distance vs. time graph of an object with three distinct regions, I, II, and III.
![](data:image/png;base64,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)
The objects acceleration is negative in region III.
a.
True
b.
False
[Ques. 2] The force of static friction exerted on an automobile's tires by the ground
a. provides the accelerating force that makes the car move forward.
b. does positive work on the car while it is accelerating.
c. does negative work on the car while it is decelerating.
d. does everything listed in (a), (b) and (c).
e. only does positive or negative work as in (b) or (c).
[Ques. 3] Positive work can be done
a. by friction on the tires when a car is accelerating without skidding.
b. by a spring when it launches a clown in the air.
c. by a hand throwing a ball.
d. by all of the above.
e. only by (b) and (c) above.
[Ques. 4] The figure shows a distance vs. time graph of an object with three distinct regions, I, II, and III.
![](data:image/png;base64,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)
The objects acceleration is zero only in region II.
a.
True
b.
False
[Ques. 5] Negative work can be done
a. by friction on the tires while a car is accelerating without skidding.
b. by a spring at the bottom of an elevator shaft when it stops a falling elevator.
c. by a hand catching a ball.
d. by all of the above.
e. only by (b) and (c) above.
[Ques. 6] The figure shows a distance vs. time graph of an object with three distinct regions, I, II, and III.
![](data:image/png;base64,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)
The objects velocity is never negative.
a.
True
b.
False
[Ques. 7] Sally, who weighs 450 N, stands on a skate board while Roger pushes it forward 13.0 m at constant velocity on a level straight street. He applies a constant 100 N force.
a. The work Roger does on the skateboard is 0 J.
b. The work Roger does on the skateboard is 1 300 J.
c. The work Sally does on the skateboard is 1 300 J.
d. The work Sally does on the skateboard is 5 850 J.
e. The work Roger does on the skateboard is 5 850 J.
[Ques. 8] A 30-kg child sitting 5.0 m from the center of a merry-go-round has a constant speed of 5.0 m/s. While she remains seated in the same spot and travels in a circle, the work the seat performs on her in one complete rotation is
a. 0 J.
b. 150 J.
c. 1 500 J.
d. 4 700 J.
e. 46 000 J.
[Ques. 9] The figure shows a distance vs. time graph of an object with three distinct regions, I, II, and III.
![](data:image/png;base64,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)
The objects velocity is positive in region II.
a.
True
b.
False
[Ques. 10] Two eggs of equal mass are thrown at a blanket with equal velocity. Egg B hits the blanket but egg A hits the wall instead. Compare the work done on the eggs in reducing their velocities to zero.
a. More work was done on A than on B.
b. More work was done on B than on A.
c. The amount of work is the same for both.
d. It is meaningless to compare the amount of work because the forces were so different.
e. Work was done on B, but no work was done on A because the wall did not move.